A multi-objective optimal scheduling method for the distillation process of raw materials in chemical production
A multi-objective optimization and distillation process technology, applied in the field of intelligent optimization and scheduling of chemical production processes, to achieve the effect of reducing complexity, expressing clear and accurate, and solving scheduling problems
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Embodiment 1
[0026] Embodiment 1: as Figure 1-6 As shown, a multi-objective optimal scheduling method for the distillation process of chemical production raw materials, by determining the scheduling model and optimization objectives of the raw material distillation process, and using the optimal scheduling objectives of the Bayesian distribution estimation algorithm to optimize; where the scheduling model is based on each The maximum completion time and machine energy consumption of the raw materials processed on a distillation equipment are established to minimize the maximum completion time C max (π) and minimize the total energy consumption TEC max (π) is the objective function:
[0027] Min(f 1 , f 2 )=Min(C max ,TEC max )
[0028]
[0029]
[0030] Among them, the number of raw materials to be distilled is n, the number of distillation equipment is m, each raw material is composed of m processes, and each process of each raw material corresponds to a unique distillation e...
Embodiment 2
[0039] Embodiment 2: as Figure 1-6 As shown, a multi-objective optimal scheduling method for the distillation process of chemical production raw materials, by determining the scheduling model and optimization objectives of the raw material distillation process, and using the optimal scheduling objectives of the Bayesian distribution estimation algorithm to optimize; where the scheduling model is based on each The maximum completion time and machine energy consumption of the raw materials processed on a distillation equipment are established to minimize the maximum completion time C max (π) and minimize the total energy consumption TEC max (π) is the objective function.
[0040] The specific steps of the optimal scheduling method based on the Bayesian distribution estimation algorithm are as follows:
[0041] Step1. Encoding method: encode according to the order of raw materials to be processed π=[π 1 , π 2 ,...,π n×m ]; where n represents the number of raw materials to b...
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